Math, asked by ujwalbdm, 3 months ago

A hospital has communicated to its supplier that its service quality is to be based on error free documentation, on-time delivery, right quantity, and delivered to correct location. The supplier has found that they have error free documentation 97% of the time, on-time delivery 80.5% of the time, right quantity 95% of the time, and correct location 91.23% of the time.

What percentage of time is the supplier NOT providing a perfect order service to the hospital? (Enter a numeric value only, round to 2 digits after the decimal. Do not include % in response.)

Answers

Answered by islamjaha949
11

Step-by-step explanation:

A hospital has communicated to its supplier that its service quality is to be based on error free documentation, on-time delivery, right quantity, and delivered to correct location. The supplier has found that they have error free documentation 97% of the time, on-time delivery 80.5% of the time, right quantity 95% of the time, and correct location 91.23% of the time.

What percentage of time is the supplier NOT providing a perfect order service to the hospital? (Enter a numeric value only, round to 2 digits after the decimal. Do not include % in response.)

Answered by workingmeet24
0

Given :

A hospital has communicated to its supplier that its service quality is to be based on error free documentation, on-time delivery, right quantity, and delivered to correct location. The supplier has found that they have error free documentation 97% of the time, on-time delivery 80.5% of the time, right quantity 95% of the time, and correct location 91.23% of the time.

To be concluded :

What percentage of time is the supplier NOT providing a perfect order service to the hospital? (Enter a numeric value only, round to 2 digits after the decimal. Do not include % in response.)

Solution :

error free documention = 0.97

on time delivery = 0.805

right quantity = 0.95

correct location = 0.9123

Percentage providing perfect order = 0.97 * 0.805 * 0.95 * 0.9123

= 0.6767

= 67.67%

Percentage not providing perfect order = 1 - 67.67% = 0.3232 = 32.32%

Therefore, percentage of time the supplier NOT providing a perfect order service to the hospital is 32.32 percent.

#SPJ2

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